Embedding vs Conjoining - What's the difference?
embedding | conjoining |
(mathematics) A map which maps a subspace (smaller structure) to the whole space (larger structure).
An act by which things are conjoined.
* 1981 , Yoel L. Arbeitman, ?Allan R. Bomhard, Bono Homini Donum (page 127)
As nouns the difference between embedding and conjoining
is that embedding is (mathematics) a map which maps a subspace (smaller structure) to the whole space (larger structure) while conjoining is an act by which things are conjoined.As verbs the difference between embedding and conjoining
is that embedding is while conjoining is .embedding
English
Noun
(wikipedia embedding) (en noun)Verb
(head)conjoining
English
Verb
(head)Noun
(en noun)- Then too, a language may choose more than one phonetic way of representing these conjoinings ; some of these ways may sound the same as some other things that are not just plain conjoinings.